Angle Relationships Solve using same side interior angles with parallel lines ex 3

The video tutorial explains how to determine angle relationships in a parallelogram by focusing on one set of parallel lines and a transversal. It identifies whether angles are interior or exterior and explains the concept of same side interior angles, which are supplementary. The tutorial concludes by solving for a variable using these angle properties.

What is the primary focus when determining angle relationships in a parallelogram?

• The length of the sides

• The number of vertices

• The parallel lines and a transversal

• The color of the parallelogram

How can you identify if two angles are interior?

• They are outside the parallel lines

• They are inside the parallel lines

• They are on the same line

• They are equal in measure

What is the relationship between same side interior angles?

• They are complementary

• They are supplementary

• They are equal

• They are unrelated

What equation is formed when solving for a variable using same side interior angles?

• Angle1 = Angle2

• Angle1 + Angle2 = 180 degrees

• Angle1 + Angle2 = 90 degrees

• Angle1 - Angle2 = 0

What is the value of X when solving the equation 6X + 108 = 180?

• 18

• 15

• 12

• 10